NON-PERTURBATIVE SOLUTION FOR HYDROMAGNETIC FLOW OVER A LINEARLY STRETCHING SHEET

O.D. MAKINDE; U.S. MAHABALESWAR; N. MAHESHKUMAR

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NON-PERTURBATIVE SOLUTION FOR HYDROMAGNETIC FLOW OVER A LINEARLY STRETCHING SHEET

机译：线性拉伸板上的磁流体非扰动解

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In this paper, the Adomian decomposition method with Pade approximants are integrated to study the boundary layer flow of a conducting fluid past a linearly stretching sheet under the action of a transversely imposed magnetic field. A closed form power series solution based on Adomian polynomials is obtained for the similarity nonlinear ordinary differential equation modelling the problem. In order to satisfy the farfield condition, the Adomian power series is converted to diagonal Pade approximants and evaluated. The results obtained using ADM-Pade are remarkably accurate compared with the numerical results. The proposed technique can be easily employed to solve a wide range of nonlinear boundary value problems.

机译：在本文中，结合了具有Pade近似值的Adomian分解方法，以研究在横向施加的磁场作用下通过线性拉伸片的导电流体的边界层流。针对该问题的相似性非线性常微分方程，获得了基于Adomian多项式的闭式幂级数解。为了满足远场条件，将Adomian幂级数转换为对角Pade近似值并进行评估。与数值结果相比，使用ADM-Pade获得的结果非常准确。所提出的技术可以很容易地用于解决广泛的非线性边界值问题。

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来源
《Applied Mechanics and Engineering》 |2013年第3期|935-943|共9页
作者
O.D. MAKINDE; U.S. MAHABALESWAR; N. MAHESHKUMAR;
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作者单位

Institute for Advance Research in Mathematical Modelling and Computations Cape Peninsula University of Technology P. O. Box 1906, Bellville 7535, SOUTH AFRICA;

Department of Mathematics, Government First Grade College for Women Hassan, Karnataka state - 573 201, INDIA;

Department of Mathematics Rani Channamma University Belagavi- 591 156, Karnataka state - 571 105, INDIA;

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正文语种 eng
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关键词
stretching sheet; hydromagnetic flow; ADM-Pade; numerical solution;

机译：拉伸片水磁流ADM-Pade;数值解;

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1. NON-PERTURBATIVE SOLUTION FOR HYDROMAGNETIC FLOW OVER A LINEARLY STRETCHING SHEET [J] . O. D. MAKINDE, U. S. MAHABALESWAR, N. MAHESHKUMAR International Journal of Applied Mechanics and Engineering . 2013,第3期

机译：线性拉伸板上的磁流的非扰动解
2. Hydromagnetic Hiemenz flow of micropolar fluid over a nonlinearly stretching/shrinking sheet: Dual solutions by using Chebyshev Spectral Newton Iterative Scheme [J] . Asad Mahmood, Bin Chen, Abuzar Ghaffari Journal of magnetism and magnetic materials . 2016,第octa期

机译：微极性流体在非线性拉伸/收缩片材上的磁流体Hiemenz流：使用Chebyshev谱牛顿迭代方案的对偶解
3. Nanofluids Slip Mechanisms on Hydromagnetic Flow of Nanofluids over a Nonlinearly Stretching Sheet under Nonlinear Thermal Radiation [J] . S. P. Anjali Devi, Mekala Selvaraj International Journal of Applied Engineering Research . 2017,第22aPta5期

机译：非线性辐射下非线性拉伸板上纳米流体含氢流动的纳米流体滑移机制
4. Hydromagnetic flow of a heat radiating chemically reactive casson nanofluid past a stretching sheet with convective boundary conditions [C] . M. Das, G. Mahanta, S. B. Parida, International Conference on Frontiers in Industrial and Applied Mathematics . 2018

机译：热散热散热的水质流动辐射与对流边界条件的伸展片材过滤
5. Comprehensive study of internal flow field and linear and nonlinear instability of an annular liquid sheet emanating from an atomizer. [D] . Ibrahim, Ashraf. 2006

机译：对雾化器发出的环形液体片的内部流场以及线性和非线性不稳定性的综合研究。
6. On Three-Dimensional Flow and Heat Transfer over a Non-Linearly Stretching Sheet: Analytical and Numerical Solutions [O] . Junaid Ahmad Khan, Meraj Mustafa, Tasawar Hayat, -1

机译：非线性拉伸片上的三维流动和传热：解析和数值解
7. Dual solutions in hydromagnetic stagnation point flow and heat transfer towards a stretching/shrinking sheet with non-uniform heat source/sink and variable surface heat flux [O] . Mohamed Abd El-Aziz 2016

机译：液磁滞止点流动和传热朝向拉伸/收缩板的双重解决方案，具有不均匀的热源/汇和可变表面热通量

NON-PERTURBATIVE SOLUTION FOR HYDROMAGNETIC FLOW OVER A LINEARLY STRETCHING SHEET

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